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eigen'

Đăng ký: 02-04-2007
Offline Đăng nhập: 31-07-2009 - 14:56
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Trong chủ đề: Help with John W. Milnor

05-12-2008 - 13:56

Ở đây có ai có cuốn "Differential Topology " from John W. Milnor không, share cho mình với.

With Love!


Ý của mình là cuốn này.

Trong chủ đề: Help with John W. Milnor

05-12-2008 - 07:49

Ở đây có ai có cuốn "Topology from the Differentiable Viewpoint" không, share cho mình với.

With Love!


Trong chủ đề: Normal subgroups of Diheral groups and Math. structure liên quan

06-11-2007 - 17:30

:) I finished the problem. But thanks a lot though, for all the feedback.

Please continue.

Trong chủ đề: Normal subgroups of Diheral groups and Math. structure liên quan

05-11-2007 - 15:43

Thanks a lot! It's really helpful for me.

Trong chủ đề: Normal subgroups of Diheral groups and Math. structure liên quan

04-11-2007 - 11:56

i haven't given it a thought, but the most convenient viewpoint is probably to see a diheral group D_2n as a semidirect product of Z/2 and of Z/n. It might not be difficult to derive all normal subgroups of D_2n from this viewpoint.



True, it is a lot easier that way. I've heard that this can also be done in the infinite case?